It's not just about the spacebar. On those sites, the page down key doesn't work correctly either.

Kodak is going to face some stiff competition from Uncle Ben's! http://www.theonion.com/articl...

Firefox uses NSS, not OpenSSL.

Bruce talks about the current state of codec2 in episode 139 of Ham Radio Now. You may also want to look at FreeDV, which you can use today to experiment with codec2 on the air.

In fact, thanks to Bertrand's Postulate, we can be certain there are millions of primes between those two.

The Canadian Senate has very little power and influence. And in any case, the Conservative Party currently holds a majority in the senate, making it very unlikely that the Senate would attempt to block a bill passed by the House.

Coverage Mapper is doing some of what you describe.

We also know that all even perfect numbers must have the form 2^(p-1) * (2^p - 1), where 2^p - 1 is a Mersenne prime. It's not known whether an odd perfect number exists, but we at least know that there are none less than 10^1500.

It is far easier to test Mersenne numbers for primality than general integers, thanks to the Lucas-Lehmer primality test. Weeding out composite Mersenne numbers by trial factoring is also faster, thanks to a theorem that eliminates most of the candidate factors.

As for numbers of the form 2^n+1, it's easy to show that if 2^n+1 is prime, then n must be a power of two. Such numbers are known as Fermat numbers, and there is also a fast primality test (Pepin's test) for numbers of this form. But because of the power of two in the exponent, each Fermat number is double the size (in terms of the number of digits) of the previous one. It doesn't take long before you exceed current computing capabilities. And so far, all the Fermat numbers we've managed to test have turned out to be composite, apart from the first five. Furthermore, it is conjectured that there are only finitely many Fermat primes, so it's possible we've already found them all. On the other hand, it is conjectured that there are infinitely many Mersenne primes.

I think you meant Quantum Computing. Quantum Crypto already exists and in no way threatens the security of classical crypto.

Indeed, it's pretty much the whole point of jailbreaking. :-) And as far as I know, the some of the jailbreaking tools exploit arbitrary code execution vulnerabilities to do their job.